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In order to accurately predict the particle size distribution (PSD) of coal particle bed comminution under different applied pressures, the tests of two kinds of coal with four size fractions under five different applied pressures were carried out by TAW-3000 hydraulic servo testing machine. The Gaudin-Schumann(G-S) distribution is extended by the fractal theory and the JK size-dependent breakage model is discussed. Two mathematical models for predicting PSD of crushing products in coal particle bed comminution are proposed. Results show that the relationship between the mass-specific energy and applied pressure is linear. Because of the protective effect of fine particles, the change of particle size modulus d0 in G-S distribution is not significant, while the distribution parameter α decreases logarithmically with the increase of mass-specific energy. With the decrease of size fraction, the crushability of coal particle bed decreases, and a master curve can be used to fit the comminution characteristics of coal particle bed with different size fractions. The extended G-S distribution model and the JK size-dependent breakage model have better fit the results of coal particle bed comminution. This research provides a useful reference for the mathematical modelling of coal particle bed comminution.
Rocznik
Tom
Strony
772--783
Opis fizyczny
Bibliogr. 28 poz., rys., tab.
Twórcy
autor
- China University of Mining and Technology Beijing, School of Chemical and Environmental Engineering, Beijing, 100083, China
autor
- China University of Mining and Technology Beijing, School of Chemical and Environmental Engineering, Beijing, 100083, China
autor
- China University of Mining and Technology Beijing, School of Chemical and Environmental Engineering, Beijing, 100083, China
autor
- Shenhua Ningxia Coal Industry Group CO., LTD Taixi CPP, Ningxia Shi Zuishan 753000, China
autor
- Shenhua Ningxia Coal Industry Group CO., LTD Taixi CPP, Ningxia Shi Zuishan 753000, China
Bibliografia
- ZUO, W.R., ZHAO, Y.M., DUAN, C.L., 2012. Experiment study on impact crushing of coal based on S-Kojovic model. Coal Science and Technology, 40(6), 117-120.
- LIU, X.M., ZHANG, M., Hu, N., YANG, H.R., LU, J.F., 2016. Calculation model of coal comminution energy consumption. Minerals Engineering, 92, 21–27.
- SHI, F., KOJOVIC, T., 2007. Validation of a model for impact breakage incorporating particle size effect. International Journal of Mineral Processing, 82(3), 156-163.
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- SHI, F., 2016. A review of the applications of the JK size-dependent breakage model part 1: ore and coal breakage characterizations. International Journal of Mineral Processing, 155, 118–129.
- JIANG, H., ZHOU, Y.D., CHI, C.J., 2018. Transparent confined compression tests on particle beds: Observations and implications. Powder Technology, 336, 339-349.
- TAVARES, L.M., KING, R.P., 1998. Single-particle fracture under impact loading. International Journal of Mineral Processing, 54(1), 1-28.
- DUO, W., BOEREFIJN, R., GHADIRI, M., 1996. Impact attrition of fluid cracking catalyst. Proceedings of the 5th International Conference on Multiphase Flow in Industrial Plants, Amalfi, Italy.
- KALMAN, H., HUBERT, M., GRANT, E., 2004. Fatigue behavior of impact comminution and attrition units. Powder Technology, 146, 1–9.
- PETUKHOV, Y., KALMAN, H., 2003. A new apparatus for particle impact tests. Particle & Particle Systems Characterization, 20, 267–275.
- SALMAN A.D., BIGGS C.A., FU J., 2002. An experimental investigation of particle fragmentation using single particle impact studies. Powder Technology, 128, 36–46.
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- GONG, D.Z., NADOLSKI, S., SUN, C.B., 2018. The effect of strain rate on particle breakage characteristics. Powder Technology, 339, 595-605.
- Xu, Y. F., 2018. The fractal evolution of particle fragmentation under different fracture energy. Powder Technology, 323, 337-345.
- NADOLSKI, S., KLEIN, B., KUMAR, A., 2014. An energy benchmarking model for mineral comminution. Miner. Engineering, 65, 178–186.
- NADOLSKI, S., KLEIN, B., GONG, D., 2015. Development and application of an energy benchmarking model for mineral comminution. The 6th International Conference on Semi-Autogenous and High-Pressure Grinding Technology, Vancouver, Canada.
- SHI, F., ZUO, W., 2014. Coal breakage characterization - part 1: breakage testing with the JKFBC. Fuel, 117, 1148–1155.
- LI, G.B., TANG, C.A., XU, X.H., 1991. Fractal geometric description of G-S distribution of rock crushing particle size. The Chinese Journal of Nonferrous Metals, 1(1), 31-33.
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- VOGEL, L., PEUKERT, W., 2003. Breakage behavior of different materials-construction of master curve for the breakage probability. Powder Technology, 129, 101-110.
- SHI, F., KOJOVIC, T, BRENNAN, M., 2015. Modelling of vertical spindle mills. Part1: Sub-models for comminution and classification. Fuel, 143, 595-601.
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- ABOUZEID, A.Z.M. A., SEIFELNASSR, A. A. S., ZAIN G., 2018. Breakage behavior of quartz under compression in a piston die. Mining Metallurgy & Exploration.
- LIU, J.Y., LUO, K.Y., ZHOU, B.Z., 2012. Experimental study on comminution of iron ores by particle bed compressive stressing. Mining & Metallurgy, 21(4), 1-6.
Typ dokumentu
Bibliografia
Identyfikator YADDA
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